fractional ideal
idealizer
primitive polynomial
sulfoximide
radical ideal
diazoamino compound
hemithioacetal
selenone
selenoxide
sulfoxide
diazenyl
sulfonimidamide
sulfenylium
quasiregular
acetal
oxyimino
primary phosphine
oxycarbenium
hydroxylamide
Euclidean domain
overorder
alkylideneaminyl
continuum hypothesis
diazo compound
oxylium ion
socle
Green's theorem
organosulfonate
Cauchy problem
lattice
Sendov's conjecture
nitrosothiol
selenenic acid
azomethine
azidoformate
symplectic group
dithioacetal
semiartinian
polynomial basis
diazeniumdiolate
multiquadric
tertiary phosphine
complex-differentiable
secondary phosphine
Chinese remainder theorem
Taylor series
monomorphism
halonium ion
nitrosimine
extension field
transcendence degree
indefinite integral
number-theoretic function
primitive recursion
alkylideneamino
quotient ring
directed infinity
Fuglede's conjecture
straight r
gas constant
iminophosphorane
irreflexive
Frobenius endomorphism
invex
Witt group
borinic acid
EPOCH-R
K-theory
iminylium
collocation
hemiacetal
anticyclotomic
nitrimine
subhomogeneous
alkylideneaminoxyl
principal root
Pythagorean trigonometric identity
hydrazonoic acid
sulfonylfluoride
Grothendieck-Riemann-Roch theorem
siloxy
quadratic form
Hurwitz surface
Euclidean norm
imino
epimorphism
Rolle's theorem
sulfoxonium
monothioacetal
Dirichlet energy
cocoercive
oxoammonium
allenylidene
carboxamidine
thiosulfonic acid
nitronate
semiconvex
Basel problem
phosphinate
scalar function

English words for 'Given an integral domain R and its field of fractions K = Frac(R), an R-submodule I of K such that for some nonzero r∈R, rI ⊆ R.'

As you may have noticed, above you will find words for "Given an integral domain R and its field of fractions K = Frac(R), an R-submodule I of K such that for some nonzero r∈R, rI ⊆ R.". Hover the mouse over the word you'd like to know more about to view its definition. Click search related words by phrase or description. to find a better fitting word. Finally, thanks to ChatGPT, the overall results have been greatly improved.

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